aperiodic monotile einstein hat
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For many years, mathematicians have been intrigued by the concept of aperiodic tiling - the idea that shapes can be arranged in such a way as to create infinite patterns that never repeat. However, until recently, it remained unclear whether this could be achieved with just one shape. Now, after years of research, mathematicians have finally discovered a single shape that can be used to completely cover a surface without ever repeating. This breakthrough is surprising in its simplicity, yet its potential applications range from material science to decorative arts.
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